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单词 Maclaurin's theorem
释义 Maclaurin's theorem
[mǝ`klȯr·ǝnz ´thir·ǝm]
MATHEMATICS
The theorem giving conditions when a function, which is infinitely differentiable, may be represented in a neighborhood of the origin as an infinite series with nth term (1/n!)⋅ƒ (n)(0)⋅xn, where ƒ (n) denotes the nth derivative.
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